Журналы →  Obogashchenie Rud →  2015 →  №5 →  Назад

EQUIPMENT
Название Vibratory crusher forced oscillations in resonance frequency range
DOI 10.17580/or.2015.05.07
Автор Shishkin E. V., Kazakov S. V.
Информация об авторе

National Mineral Resources University (Mining University) (Russia):

Shishkin E. V., Ph. D. in Engineering Sciences, Associate Professor, Vice-Head of Chair, wiwki@rambler.ru

 

REC «Mekhanobr-Tekhnika» (Russia):
Kazakov S. V., Ph. D. in Engineering Sciences, Leading Design Engineer, atom2@inbox.ru

Реферат

Vibratory cone crusher, developed by the Research-and-Production Group «Mekhanobr-Tekhnika» for disintegration of different hard materials, is characterized by such advantages as a high reduction ratio and low content of small size fractions in crushed product. The article considers the dynamics of vibratory cone crusher that comprises body with inner crushing cone, attached to it by means of a special resilient member. Cone possesses only single translational degree-of-freedom relative to body, and with that, crusher is driven from a pair of selfsynchronizing vibration exciters, attached to machine body symmetrically about its vertical axis. In addition to that, crusher’s dynamic model is symmetrical and balanced, with body and cone performing in operating regime purely vertical opposite-phase oscillations of the same frequency. Besides, viscous interaction force is assumed to act between body and cone with coefficient β. The value of this coefficient may be selected through experimental determination of energy losses over crusher’s synchronous oscillations period. In this case, the dynamic model under consideration may be also tentatively used for analysis of vibro-impact operating mode. In order to verify the results of the theoretical studies of vibratory cone crusher’s dynamics, the experimental studies were performed, and the theoretical results agreed with the experimental ones with sufficient degree of accuracy. In addition to that, on the basis of the performed studies a conclusion may be drawn, that in the system in question a regime is possible, when body and cone perform synchronous opposite-phase oscillations (crusher’s operating mode). A possibility for realization of required regime of body and cone oscillations will considerably improve operational parameters of crushers, designed according to the described configuration.
The work was performed with the financial aid from the Ministry of Education and Science of the Russian Federation for the Project No. 14.579.21.0048 UIPNI RFMEF157914X0048. R&D registration number 114093070077.

Ключевые слова Vibratory crusher, inertial vibration exciter, forced oscillations, amplitude-frequency characteristic, phase-frequency characteristic, antiresonance
Библиографический список

1. Vaysberg L. A., Zarogatskiy L. P., Turkin V. Ya. Vibratsionnyye drobilki. Osnovy rascheta, proyektirovaniya i tekhnologicheskogo primeneniya (Vibrational crushers. Bases for design, engineering and technological applications). St. Petersburg, VSEGEI, 2004, 306 p.
2. Nagayev R. F., Shishkin E. V. Dynamics of vibratory cone crusher. Izvestiya RAN. Problemy Mashinostroyeniya i Nadezhnosti Mashin = Journal of Machinery Manufacture and Reliability, 2000, No. 6, pp. 27–30.
3. Safronov A. N., Kazakov S. V., Shishkin E. V. New areas of research of vibratory cone crusher. Obogashchenie Rud, 2012, No. 5, pp. 40–41.
4. Blekhman I. I. Vibratsionnaya mekhanika (Vibrational mechanics). Moscow, Fizmatlit, 1994, 400 p.
5. Blekhman I. I. Teoriya vibratsionnykh protsessov i ustroystv. Vibratsionnaya mekhanika i vibratsionnaya tekhnika (Vibrational processes and devices theory. Vibrational mechanics and vibration technics). St. Petersburg, Publishing House «Ore and Metals», 2013, 640 p.
6. Blekhman I. I. Vibrational mechanics. Nonlinear dynamic effects, general approach, applications. Singapore et al., World Scientific Publishing Co., 2000, 509 p.
7. Acheson D., Mullin T. Upside-down pendulums. Nature, 1993, Vol. 336, pp. 32–33.
8. Fidlin A. Nonlinear oscillations in mechanical engineering. Berlin, Heidelberg, Springer-Verlag, 2006, 358 p.
9. Blekhman I. I., Sorokin V. S. On the separation of fast and slow motions in mechanical systems with high-frequency modulation of the dissipation coefficient. J. of Sound and Vibration, 2010, Vol. 329, Iss. 23, pp. 4936–4949.
10. Krupenin V. L. Impact and vibro-impact machines and devices. J. of Scientific and Technological Development, 2009, No. 4, pp. 3–20.
11. Sperling L., Merten F., Duckstein H. Self-synchronization and automatic balancing in rotor dynamics. Intern. J. Rotating Machinery, 2000, No. 4, pp. 275–285.
12. Wang Degang, Zhao Qinghua, Zhao Chunyu et al. Self-synchronous feature of a vibrating system driven by two motors with the same rotation direction. J. of Vibration, Measurement and Diagnosis, 2010, Iss. 3, pp. 217–222.
13. Blekhman I. I. On the depreciation of equipment under vibration and impact loads. Obogashchenie Rud, 2011, No. 6, pp. 40–45.

Language of full-text русский
Полный текст статьи Получить
Назад